MATH 143 Syllabus



Here is a preliminary version of the course syllabus (subject to minor change). There is a short quiz at the end of each lecture marked with a Q.

LectureDateTopicSections
1Tue 8/29Review of integration, the fundamental theorem of calculus 4.1-4.4
2Thu 8/31Review of the substitution rule4.5
3Tue 9/5Integration by parts6.1
4 QThu 9/7Trigonometric integrals6.2
5Tue 9/12Integration by partial fractions6.3
6 QThu 9/14Using tables and CAS6.4
7Tue 9/19Numerical integration6.5
---Thu 9/21No class---
8Tue 9/26L'Hospital's rule5.8
9 QThu 9/28Improper integrals6.6
10Tue 10/3Review I---
11Thu 10/5Midterm I---
12Tue 10/10Intoduction to sequences8.1
13 QThu 10/12More on sequences8.1
14Tue 10/17Introduction to series8.2
15 QThu 10/19More on series8.2
16Tue 10/24Integral test8.3
17 QThu 10/26Comparison, ratio, root tests8.3
18Tue 10/31Alternating series, Absolute vs. conditional convergence8.4
19 QThu 11/2Introduction to power series8.5
20Tue 11/7Review II---
21Thu 11/9Midterm II---
22Tue 11/14Representing functions by power series8.6
23 QThu 11/16Operations on power series8.6
--Tue 11/21No class---
--Thu 11/23No class---
24Tue 11/28Taylor series8.7
25 QThu 11/30More on Taylor series8.7
26Tue 12/5Applications of Taylor series8.8
27Thu 12/7Review III---
28Tue 12/12Review IV---

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